%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ThankYouWindowSign4-11x17
2020-05-29T09:14:58-05:00
2020-05-29T09:14:58-05:00
2020-05-29T09:14:58-05:00
Adobe Illustrator 24.1 (Windows)
256
256
JPEG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uuid:241fe329-6e02-4298-9087-c3989535358f
xmp.did:afb9610c-9141-aa44-ad2f-0826eb0b7e04
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4a2eac1f-1330-7b4d-8494-f165ec2f7fc5
xmp.did:4a2eac1f-1330-7b4d-8494-f165ec2f7fc5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:45d02cd7-8675-e44f-8a49-9d4ec0fc1772
2020-05-19T13:09:25-05:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:afb9610c-9141-aa44-ad2f-0826eb0b7e04
2020-05-29T09:14:55-05:00
Adobe Illustrator 24.1 (Windows)
/
EmbedByReference
C:\Users\JPeterso\Desktop\act bug-sm.jpg
uuid:7A67094485E1DC1193B4C64B2F11AE5C
xmp.iid:FBAF83468913E511988593172315E18F
C:\Users\JPeterso\Desktop\act bug-sm.jpg
uuid:7A67094485E1DC1193B4C64B2F11AE5C
xmp.iid:FBAF83468913E511988593172315E18F
Print
Adobe Illustrator
Adobe PDF library 15.00
1
False
False
11.000000
17.000000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageB]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
8 0 obj
<>stream
HԗKEo SV=2/`h{
O'
04cV~7 ~gϟOGp1Lۯw#\p"߂!_-ׇ#k˽)+Ϧkm|[3x~4?]E+6ºs\mak֘2{rh֯5ǫvWZZΗT{9+g5pr9^)V(Օ:5_tڮNVSW.٥Yf;#lIk]yaΎ`$UΧr;j%7_HЏڕabMwP¼RN}~PyF$uT*%>O7)t_ĕYlR^,媒Ja;u7O(ƊS&a]e|Q4VrBuNy$/O'RiPR٪KԘd%iHK`B5I.shJXX&SHTf"ӻHgZ4htAٟB/oR,3
\ YMs^Y96;YGJ
՜pUrTFBXm-hN+ARUc`mۑϔs5K젣HH%?U5>99WQ<@es+$IoFDɌj(FM
8eu/aށ8]JjJԎP<gtXS?"mud>
-CS㒨e5+Q'_#I)w:WI\}cE49S.Cӿ/=YuH